60 citations · 82 across the 4 of their papers we have counts for
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math.SP2016
On the stability of some isoperimetric inequalities for the fundamental tones of free plates
Davide Buoso, L. Mercredi Chasman, Luigi Provenzano
We provide a quantitative version of the isoperimetric inequality for the fundamental tone of a biharmonic Neumann problem. Such an inequality has been recently established by Chas…
math.SP2010★ 60 cited
An isoperimetric inequality for the fundamental tone of free plates
L. M. Chasman
We establish an isoperimetric inequality for the fundamental tone (first nonzero eigenvalue) of the free plate of a given area, proving the ball is maximal. Given , the free p…
math.SP2010★ 5 cited
An Isoperimetric Inequality for Fundamental Tones of Free Plates
L. M. Chasman
We establish an isoperimetric inequality for the fundamental tone (first nonzero eigenvalue) of the free plate of a given area, proving the ball is maximal. Given , the free p…